If $\beta$=1 and R=0, and if you prefer in each period 1 and 2 rather than u(c₁) + u(c₂), then you are: A) discounting the future. B) risk neutral. C) consumption smoothing. D) satiating. E) irrational.

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The Answer of If $\beta$=1 and R=0, and if you prefer in each period 1 and 2 rather than u(c₁) + u(c₂), then you are: A) discounting the future. B) risk neutral. C) consumption smoothing. D) satiating. E) irrational.

If β\betaβ =1 and R=0, and If You Prefer in Each

If $\beta$ =1 and R=0, and If You Prefer in Each